Brogaard Berit, Vanni Simo, Silvanto Juha
a Department of Philosophy and , Center for Neurodynamics, University of Missouri , St. Louis , MO , USA.
Neurocase. 2013;19(6):566-75. doi: 10.1080/13554794.2012.701646. Epub 2012 Aug 31.
We studied the patient JP who has exceptional abilities to draw complex geometrical images by hand and a form of acquired synesthesia for mathematical formulas and objects, which he perceives as geometrical figures. JP sees all smooth curvatures as discrete lines, similarly regardless of scale. We carried out two preliminary investigations to establish the perceptual nature of synesthetic experience and to investigate the neural basis of this phenomenon. In a functional magnetic resonance imaging (fMRI) study, image-inducing formulas produced larger fMRI responses than non-image inducing formulas in the left temporal, parietal and frontal lobes. Thus our main finding is that the activation associated with his experience of complex geometrical images emerging from mathematical formulas is restricted to the left hemisphere.
我们研究了患者 JP,他具有非凡的手绘复杂几何图形的能力,以及一种后天获得的针对数学公式和物体的联觉形式,他将这些公式和物体感知为几何图形。JP 将所有平滑曲线都视为离散线条,无论比例如何都是如此。我们进行了两项初步研究,以确定联觉体验的感知本质,并探究这一现象的神经基础。在一项功能磁共振成像(fMRI)研究中,图像诱导公式在左颞叶、顶叶和额叶产生的 fMRI 反应比非图像诱导公式更大。因此,我们的主要发现是,与他从数学公式中产生复杂几何图像体验相关的激活仅限于左半球。